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20172023
most citedMapping class groups with the Rokhlin property

6 citations · 12 across the 11 of their papers we have counts for

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math.GT2023

Homeomorphism groups of 2-manifolds with the virtual Rokhlin property

Justin Lanier, Nicholas G. Vlamis

We introduce and motivate the definition of the virtual Rokhlin property for topological groups. We then classify the 2-manifolds whose homeomorphism groups have the virtual Rokhli…

math.GT2023

The normal closure of a bounding pair map in its mapping class group

Lei Chen, Weiyan Chen, Justin Lanier

Johnson showed that the normal subgroup of a mapping class group generated by the genus bounding pair maps is equal to the Torelli group. Generalizing Johnson's result, we give…